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		b84f8fb55b
		
	
	
	
	
		
			
			Some of these are allocated upon initialization of the intrinsics, and some lazily, but in neither case the getters actually return a nullptr. This saves us a whole bunch of pointer dereferences (as NonnullGCPtr has an `operator T&()`), and also has the interesting side effect of forcing us to explicitly use the FunctionObject& overload of call(), as passing a NonnullGCPtr is ambigous - it could implicitly be turned into a Value _or_ a FunctionObject& (so we have to dereference manually).
		
			
				
	
	
		
			633 lines
		
	
	
	
		
			26 KiB
		
	
	
	
		
			C++
		
	
	
	
	
	
			
		
		
	
	
			633 lines
		
	
	
	
		
			26 KiB
		
	
	
	
		
			C++
		
	
	
	
	
	
| /*
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|  * Copyright (c) 2020-2023, Linus Groh <linusg@serenityos.org>
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|  * Copyright (c) 2022, Tim Flynn <trflynn89@serenityos.org>
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|  *
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|  * SPDX-License-Identifier: BSD-2-Clause
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|  */
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| 
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| #include <AK/NumericLimits.h>
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| #include <AK/StringBuilder.h>
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| #include <AK/Time.h>
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| #include <LibJS/Runtime/AbstractOperations.h>
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| #include <LibJS/Runtime/Date.h>
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| #include <LibJS/Runtime/GlobalObject.h>
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| #include <LibJS/Runtime/Temporal/ISO8601.h>
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| #include <LibTimeZone/TimeZone.h>
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| #include <time.h>
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| 
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| namespace JS {
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| 
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| static Crypto::SignedBigInteger const s_one_billion_bigint { 1'000'000'000 };
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| static Crypto::SignedBigInteger const s_one_million_bigint { 1'000'000 };
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| static Crypto::SignedBigInteger const s_one_thousand_bigint { 1'000 };
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| 
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| Crypto::SignedBigInteger const ns_per_day_bigint { static_cast<i64>(ns_per_day) };
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| 
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| NonnullGCPtr<Date> Date::create(Realm& realm, double date_value)
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| {
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|     return realm.heap().allocate<Date>(realm, date_value, realm.intrinsics().date_prototype()).release_allocated_value_but_fixme_should_propagate_errors();
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| }
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| 
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| Date::Date(double date_value, Object& prototype)
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|     : Object(ConstructWithPrototypeTag::Tag, prototype)
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|     , m_date_value(date_value)
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| {
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| }
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| 
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| DeprecatedString Date::iso_date_string() const
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| {
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|     int year = year_from_time(m_date_value);
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| 
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|     StringBuilder builder;
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|     if (year < 0)
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|         builder.appendff("-{:06}", -year);
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|     else if (year > 9999)
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|         builder.appendff("+{:06}", year);
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|     else
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|         builder.appendff("{:04}", year);
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|     builder.append('-');
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|     builder.appendff("{:02}", month_from_time(m_date_value) + 1);
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|     builder.append('-');
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|     builder.appendff("{:02}", date_from_time(m_date_value));
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|     builder.append('T');
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|     builder.appendff("{:02}", hour_from_time(m_date_value));
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|     builder.append(':');
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|     builder.appendff("{:02}", min_from_time(m_date_value));
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|     builder.append(':');
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|     builder.appendff("{:02}", sec_from_time(m_date_value));
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|     builder.append('.');
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|     builder.appendff("{:03}", ms_from_time(m_date_value));
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|     builder.append('Z');
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| 
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|     return builder.to_deprecated_string();
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| }
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| 
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| // DayWithinYear(t), https://tc39.es/ecma262/#eqn-DayWithinYear
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| u16 day_within_year(double t)
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| {
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|     if (!Value(t).is_finite_number())
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|         return 0;
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| 
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|     // Day(t) - DayFromYear(YearFromTime(t))
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|     return static_cast<u16>(day(t) - day_from_year(year_from_time(t)));
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| }
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| 
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| // DateFromTime(t), https://tc39.es/ecma262/#sec-date-number
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| u8 date_from_time(double t)
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| {
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|     switch (month_from_time(t)) {
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|     // DayWithinYear(t) + 1𝔽 if MonthFromTime(t) = +0𝔽
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|     case 0:
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|         return day_within_year(t) + 1;
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|     // DayWithinYear(t) - 30𝔽 if MonthFromTime(t) = 1𝔽
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|     case 1:
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|         return day_within_year(t) - 30;
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|     // DayWithinYear(t) - 58𝔽 - InLeapYear(t) if MonthFromTime(t) = 2𝔽
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|     case 2:
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|         return day_within_year(t) - 58 - in_leap_year(t);
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|     // DayWithinYear(t) - 89𝔽 - InLeapYear(t) if MonthFromTime(t) = 3𝔽
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|     case 3:
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|         return day_within_year(t) - 89 - in_leap_year(t);
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|     // DayWithinYear(t) - 119𝔽 - InLeapYear(t) if MonthFromTime(t) = 4𝔽
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|     case 4:
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|         return day_within_year(t) - 119 - in_leap_year(t);
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|     // DayWithinYear(t) - 150𝔽 - InLeapYear(t) if MonthFromTime(t) = 5𝔽
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|     case 5:
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|         return day_within_year(t) - 150 - in_leap_year(t);
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|     // DayWithinYear(t) - 180𝔽 - InLeapYear(t) if MonthFromTime(t) = 6𝔽
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|     case 6:
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|         return day_within_year(t) - 180 - in_leap_year(t);
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|     // DayWithinYear(t) - 211𝔽 - InLeapYear(t) if MonthFromTime(t) = 7𝔽
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|     case 7:
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|         return day_within_year(t) - 211 - in_leap_year(t);
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|     // DayWithinYear(t) - 242𝔽 - InLeapYear(t) if MonthFromTime(t) = 8𝔽
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|     case 8:
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|         return day_within_year(t) - 242 - in_leap_year(t);
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|     // DayWithinYear(t) - 272𝔽 - InLeapYear(t) if MonthFromTime(t) = 9𝔽
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|     case 9:
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|         return day_within_year(t) - 272 - in_leap_year(t);
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|     // DayWithinYear(t) - 303𝔽 - InLeapYear(t) if MonthFromTime(t) = 10𝔽
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|     case 10:
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|         return day_within_year(t) - 303 - in_leap_year(t);
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|     // DayWithinYear(t) - 333𝔽 - InLeapYear(t) if MonthFromTime(t) = 11𝔽
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|     case 11:
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|         return day_within_year(t) - 333 - in_leap_year(t);
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|     default:
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|         VERIFY_NOT_REACHED();
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|     }
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| }
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| 
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| // DaysInYear(y), https://tc39.es/ecma262/#eqn-DaysInYear
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| u16 days_in_year(i32 y)
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| {
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|     // 365𝔽 if (ℝ(y) modulo 4) ≠ 0
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|     if (y % 4 != 0)
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|         return 365;
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|     // 366𝔽 if (ℝ(y) modulo 4) = 0 and (ℝ(y) modulo 100) ≠ 0
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|     if (y % 4 == 0 && y % 100 != 0)
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|         return 366;
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|     // 365𝔽 if (ℝ(y) modulo 100) = 0 and (ℝ(y) modulo 400) ≠ 0
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|     if (y % 100 == 0 && y % 400 != 0)
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|         return 365;
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|     // 366𝔽 if (ℝ(y) modulo 400) = 0
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|     if (y % 400 == 0)
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|         return 366;
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|     VERIFY_NOT_REACHED();
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| }
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| 
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| // DayFromYear(y), https://tc39.es/ecma262/#eqn-DaysFromYear
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| double day_from_year(i32 y)
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| {
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|     // 𝔽(365 × (ℝ(y) - 1970) + floor((ℝ(y) - 1969) / 4) - floor((ℝ(y) - 1901) / 100) + floor((ℝ(y) - 1601) / 400))
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|     return 365.0 * (y - 1970) + floor((y - 1969) / 4.0) - floor((y - 1901) / 100.0) + floor((y - 1601) / 400.0);
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| }
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| 
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| // TimeFromYear(y), https://tc39.es/ecma262/#eqn-TimeFromYear
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| double time_from_year(i32 y)
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| {
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|     // msPerDay × DayFromYear(y)
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|     return ms_per_day * day_from_year(y);
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| }
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| 
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| // YearFromTime(t), https://tc39.es/ecma262/#eqn-YearFromTime
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| i32 year_from_time(double t)
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| {
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|     // the largest integral Number y (closest to +∞) such that TimeFromYear(y) ≤ t
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|     if (!Value(t).is_finite_number())
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|         return NumericLimits<i32>::max();
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| 
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|     // Approximation using average number of milliseconds per year. We might have to adjust this guess afterwards.
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|     auto year = static_cast<i32>(t / (365.2425 * ms_per_day) + 1970);
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| 
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|     auto year_t = time_from_year(year);
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|     if (year_t > t)
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|         year--;
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|     else if (year_t + days_in_year(year) * ms_per_day <= t)
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|         year++;
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| 
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|     return year;
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| }
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| 
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| // InLeapYear(t), https://tc39.es/ecma262/#eqn-InLeapYear
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| bool in_leap_year(double t)
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| {
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|     // +0𝔽 if DaysInYear(YearFromTime(t)) = 365𝔽
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|     // 1𝔽 if DaysInYear(YearFromTime(t)) = 366𝔽
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|     return days_in_year(year_from_time(t)) == 366;
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| }
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| 
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| // MonthFromTime(t), https://tc39.es/ecma262/#eqn-MonthFromTime
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| u8 month_from_time(double t)
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| {
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|     auto in_leap_year = JS::in_leap_year(t);
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|     auto day_within_year = JS::day_within_year(t);
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| 
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|     // +0𝔽 if +0𝔽 ≤ DayWithinYear(t) < 31𝔽
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|     if (day_within_year < 31)
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|         return 0;
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|     // 1𝔽 if 31𝔽 ≤ DayWithinYear(t) < 59𝔽 + InLeapYear(t)
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|     if (31 <= day_within_year && day_within_year < 59 + in_leap_year)
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|         return 1;
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|     // 2𝔽 if 59𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 90𝔽 + InLeapYear(t)
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|     if (59 + in_leap_year <= day_within_year && day_within_year < 90 + in_leap_year)
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|         return 2;
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|     // 3𝔽 if 90𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 120𝔽 + InLeapYear(t)
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|     if (90 + in_leap_year <= day_within_year && day_within_year < 120 + in_leap_year)
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|         return 3;
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|     // 4𝔽 if 120𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 151𝔽 + InLeapYear(t)
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|     if (120 + in_leap_year <= day_within_year && day_within_year < 151 + in_leap_year)
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|         return 4;
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|     // 5𝔽 if 151𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 181𝔽 + InLeapYear(t)
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|     if (151 + in_leap_year <= day_within_year && day_within_year < 181 + in_leap_year)
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|         return 5;
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|     // 6𝔽 if 181𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 212𝔽 + InLeapYear(t)
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|     if (181 + in_leap_year <= day_within_year && day_within_year < 212 + in_leap_year)
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|         return 6;
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|     // 7𝔽 if 212𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 243𝔽 + InLeapYear(t)
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|     if (212 + in_leap_year <= day_within_year && day_within_year < 243 + in_leap_year)
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|         return 7;
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|     // 8𝔽 if 243𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 273𝔽 + InLeapYear(t)
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|     if (243 + in_leap_year <= day_within_year && day_within_year < 273 + in_leap_year)
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|         return 8;
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|     // 9𝔽 if 273𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 304𝔽 + InLeapYear(t)
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|     if (273 + in_leap_year <= day_within_year && day_within_year < 304 + in_leap_year)
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|         return 9;
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|     // 10𝔽 if 304𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 334𝔽 + InLeapYear(t)
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|     if (304 + in_leap_year <= day_within_year && day_within_year < 334 + in_leap_year)
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|         return 10;
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|     // 11𝔽 if 334𝔽 + InLeapYear(t) ≤ DayWithinYear(t) < 365𝔽 + InLeapYear(t)
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|     if (334 + in_leap_year <= day_within_year && day_within_year < 365 + in_leap_year)
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|         return 11;
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|     VERIFY_NOT_REACHED();
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| }
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| 
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| // HourFromTime(t), https://tc39.es/ecma262/#eqn-HourFromTime
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| u8 hour_from_time(double t)
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| {
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|     if (!Value(t).is_finite_number())
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|         return 0;
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| 
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|     // 𝔽(floor(ℝ(t / msPerHour)) modulo HoursPerDay)
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|     return static_cast<u8>(modulo(floor(t / ms_per_hour), hours_per_day));
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| }
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| 
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| // MinFromTime(t), https://tc39.es/ecma262/#eqn-MinFromTime
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| u8 min_from_time(double t)
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| {
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|     if (!Value(t).is_finite_number())
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|         return 0;
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| 
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|     // 𝔽(floor(ℝ(t / msPerMinute)) modulo MinutesPerHour)
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|     return static_cast<u8>(modulo(floor(t / ms_per_minute), minutes_per_hour));
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| }
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| 
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| // SecFromTime(t), https://tc39.es/ecma262/#eqn-SecFromTime
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| u8 sec_from_time(double t)
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| {
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|     if (!Value(t).is_finite_number())
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|         return 0;
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| 
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|     // 𝔽(floor(ℝ(t / msPerSecond)) modulo SecondsPerMinute)
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|     return static_cast<u8>(modulo(floor(t / ms_per_second), seconds_per_minute));
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| }
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| 
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| // msFromTime(t), https://tc39.es/ecma262/#eqn-msFromTime
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| u16 ms_from_time(double t)
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| {
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|     if (!Value(t).is_finite_number())
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|         return 0;
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| 
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|     // 𝔽(ℝ(t) modulo ℝ(msPerSecond))
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|     return static_cast<u16>(modulo(t, ms_per_second));
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| }
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| 
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| // 21.4.1.6 Week Day, https://tc39.es/ecma262/#sec-week-day
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| u8 week_day(double t)
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| {
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|     if (!Value(t).is_finite_number())
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|         return 0;
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| 
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|     // 𝔽(ℝ(Day(t) + 4𝔽) modulo 7)
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|     return static_cast<u8>(modulo(day(t) + 4, 7));
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| }
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| 
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| // 21.4.1.7 GetUTCEpochNanoseconds ( year, month, day, hour, minute, second, millisecond, microsecond, nanosecond ), https://tc39.es/ecma262/#sec-getutcepochnanoseconds
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| Crypto::SignedBigInteger get_utc_epoch_nanoseconds(i32 year, u8 month, u8 day, u8 hour, u8 minute, u8 second, u16 millisecond, u16 microsecond, u16 nanosecond)
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| {
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|     // 1. Let date be MakeDay(𝔽(year), 𝔽(month - 1), 𝔽(day)).
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|     auto date = make_day(year, month - 1, day);
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| 
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|     // 2. Let time be MakeTime(𝔽(hour), 𝔽(minute), 𝔽(second), 𝔽(millisecond)).
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|     auto time = make_time(hour, minute, second, millisecond);
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| 
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|     // 3. Let ms be MakeDate(date, time).
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|     auto ms = make_date(date, time);
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| 
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|     // 4. Assert: ms is an integral Number.
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|     VERIFY(ms == trunc(ms));
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| 
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|     // 5. Return ℤ(ℝ(ms) × 10^6 + microsecond × 10^3 + nanosecond).
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|     auto result = Crypto::SignedBigInteger { ms }.multiplied_by(s_one_million_bigint);
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|     result = result.plus(Crypto::SignedBigInteger { static_cast<i32>(microsecond) }.multiplied_by(s_one_thousand_bigint));
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|     result = result.plus(Crypto::SignedBigInteger { static_cast<i32>(nanosecond) });
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|     return result;
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| }
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| 
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| static i64 clip_bigint_to_sane_time(Crypto::SignedBigInteger const& value)
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| {
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|     static Crypto::SignedBigInteger const min_bigint { NumericLimits<i64>::min() };
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|     static Crypto::SignedBigInteger const max_bigint { NumericLimits<i64>::max() };
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| 
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|     // The provided epoch (nano)seconds value is potentially out of range for AK::Time and subsequently
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|     // get_time_zone_offset(). We can safely assume that the TZDB has no useful information that far
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|     // into the past and future anyway, so clamp it to the i64 range.
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|     if (value < min_bigint)
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|         return NumericLimits<i64>::min();
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|     if (value > max_bigint)
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|         return NumericLimits<i64>::max();
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| 
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|     // FIXME: Can we do this without string conversion?
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|     return value.to_base_deprecated(10).to_int<i64>().value();
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| }
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| 
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| // 21.4.1.8 GetNamedTimeZoneEpochNanoseconds ( timeZoneIdentifier, year, month, day, hour, minute, second, millisecond, microsecond, nanosecond ), https://tc39.es/ecma262/#sec-getnamedtimezoneepochnanoseconds
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| Vector<Crypto::SignedBigInteger> get_named_time_zone_epoch_nanoseconds(StringView time_zone_identifier, i32 year, u8 month, u8 day, u8 hour, u8 minute, u8 second, u16 millisecond, u16 microsecond, u16 nanosecond)
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| {
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|     auto local_nanoseconds = get_utc_epoch_nanoseconds(year, month, day, hour, minute, second, millisecond, microsecond, nanosecond);
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|     auto local_time = Time::from_nanoseconds(clip_bigint_to_sane_time(local_nanoseconds));
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| 
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|     // FIXME: LibTimeZone does not behave exactly as the spec expects. It does not consider repeated or skipped time points.
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|     auto offset = TimeZone::get_time_zone_offset(time_zone_identifier, local_time);
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| 
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|     // Can only fail if the time zone identifier is invalid, which cannot be the case here.
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|     VERIFY(offset.has_value());
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| 
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|     return { local_nanoseconds.minus(Crypto::SignedBigInteger { offset->seconds }.multiplied_by(s_one_billion_bigint)) };
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| }
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| 
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| // 21.4.1.9 GetNamedTimeZoneOffsetNanoseconds ( timeZoneIdentifier, epochNanoseconds ), https://tc39.es/ecma262/#sec-getnamedtimezoneoffsetnanoseconds
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| i64 get_named_time_zone_offset_nanoseconds(StringView time_zone_identifier, Crypto::SignedBigInteger const& epoch_nanoseconds)
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| {
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|     // Only called with validated time zone identifier as argument.
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|     auto time_zone = TimeZone::time_zone_from_string(time_zone_identifier);
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|     VERIFY(time_zone.has_value());
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| 
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|     // Since Time::from_seconds() and Time::from_nanoseconds() both take an i64, converting to
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|     // seconds first gives us a greater range. The TZDB doesn't have sub-second offsets.
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|     auto seconds = epoch_nanoseconds.divided_by(s_one_billion_bigint).quotient;
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|     auto time = Time::from_seconds(clip_bigint_to_sane_time(seconds));
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| 
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|     auto offset = TimeZone::get_time_zone_offset(*time_zone, time);
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|     VERIFY(offset.has_value());
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| 
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|     return offset->seconds * 1'000'000'000;
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| }
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| 
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| // 21.4.1.10 DefaultTimeZone ( ), https://tc39.es/ecma262/#sec-defaulttimezone
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| // 6.4.3 DefaultTimeZone ( ), https://tc39.es/ecma402/#sup-defaulttimezone
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| StringView default_time_zone()
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| {
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|     return TimeZone::current_time_zone();
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| }
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| 
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| // 21.4.1.11 LocalTime ( t ), https://tc39.es/ecma262/#sec-localtime
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| double local_time(double time)
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| {
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|     // 1. Let localTimeZone be DefaultTimeZone().
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|     auto local_time_zone = default_time_zone();
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| 
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|     double offset_nanoseconds { 0 };
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| 
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|     // 2. If IsTimeZoneOffsetString(localTimeZone) is true, then
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|     if (is_time_zone_offset_string(local_time_zone)) {
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|         // a. Let offsetNs be ParseTimeZoneOffsetString(localTimeZone).
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|         offset_nanoseconds = parse_time_zone_offset_string(local_time_zone);
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|     }
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|     // 3. Else,
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|     else {
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|         // a. Let offsetNs be GetNamedTimeZoneOffsetNanoseconds(localTimeZone, ℤ(ℝ(t) × 10^6)).
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|         auto time_bigint = Crypto::SignedBigInteger { time }.multiplied_by(s_one_million_bigint);
 | ||
|         offset_nanoseconds = get_named_time_zone_offset_nanoseconds(local_time_zone, time_bigint);
 | ||
|     }
 | ||
| 
 | ||
|     // 4. Let offsetMs be truncate(offsetNs / 10^6).
 | ||
|     auto offset_milliseconds = trunc(offset_nanoseconds / 1e6);
 | ||
| 
 | ||
|     // 5. Return t + 𝔽(offsetMs).
 | ||
|     return time + offset_milliseconds;
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.12 UTC ( t ), https://tc39.es/ecma262/#sec-utc-t
 | ||
| double utc_time(double time)
 | ||
| {
 | ||
|     // 1. Let localTimeZone be DefaultTimeZone().
 | ||
|     auto local_time_zone = default_time_zone();
 | ||
| 
 | ||
|     double offset_nanoseconds { 0 };
 | ||
| 
 | ||
|     // 2. If IsTimeZoneOffsetString(localTimeZone) is true, then
 | ||
|     if (is_time_zone_offset_string(local_time_zone)) {
 | ||
|         // a. Let offsetNs be ParseTimeZoneOffsetString(localTimeZone).
 | ||
|         offset_nanoseconds = parse_time_zone_offset_string(local_time_zone);
 | ||
|     }
 | ||
|     // 3. Else,
 | ||
|     else {
 | ||
|         // a. Let possibleInstants be GetNamedTimeZoneEpochNanoseconds(localTimeZone, ℝ(YearFromTime(t)), ℝ(MonthFromTime(t)) + 1, ℝ(DateFromTime(t)), ℝ(HourFromTime(t)), ℝ(MinFromTime(t)), ℝ(SecFromTime(t)), ℝ(msFromTime(t)), 0, 0).
 | ||
|         auto possible_instants = get_named_time_zone_epoch_nanoseconds(local_time_zone, year_from_time(time), month_from_time(time) + 1, date_from_time(time), hour_from_time(time), min_from_time(time), sec_from_time(time), ms_from_time(time), 0, 0);
 | ||
| 
 | ||
|         // b. NOTE: The following steps ensure that when t represents local time repeating multiple times at a negative time zone transition (e.g. when the daylight saving time ends or the time zone offset is decreased due to a time zone rule change) or skipped local time at a positive time zone transition (e.g. when the daylight saving time starts or the time zone offset is increased due to a time zone rule change), t is interpreted using the time zone offset before the transition.
 | ||
|         Crypto::SignedBigInteger disambiguated_instant;
 | ||
| 
 | ||
|         // c. If possibleInstants is not empty, then
 | ||
|         if (!possible_instants.is_empty()) {
 | ||
|             // i. Let disambiguatedInstant be possibleInstants[0].
 | ||
|             disambiguated_instant = move(possible_instants.first());
 | ||
|         }
 | ||
|         // d. Else,
 | ||
|         else {
 | ||
|             // i. NOTE: t represents a local time skipped at a positive time zone transition (e.g. due to daylight saving time starting or a time zone rule change increasing the UTC offset).
 | ||
|             // ii. Let possibleInstantsBefore be GetNamedTimeZoneEpochNanoseconds(localTimeZone, ℝ(YearFromTime(tBefore)), ℝ(MonthFromTime(tBefore)) + 1, ℝ(DateFromTime(tBefore)), ℝ(HourFromTime(tBefore)), ℝ(MinFromTime(tBefore)), ℝ(SecFromTime(tBefore)), ℝ(msFromTime(tBefore)), 0, 0), where tBefore is the largest integral Number < t for which possibleInstantsBefore is not empty (i.e., tBefore represents the last local time before the transition).
 | ||
|             // iii. Let disambiguatedInstant be the last element of possibleInstantsBefore.
 | ||
| 
 | ||
|             // FIXME: This branch currently cannot be reached with our implementation, because LibTimeZone does not handle skipped time points.
 | ||
|             //        When GetNamedTimeZoneEpochNanoseconds is updated to use a LibTimeZone API which does handle them, implement these steps.
 | ||
|             VERIFY_NOT_REACHED();
 | ||
|         }
 | ||
| 
 | ||
|         // e. Let offsetNs be GetNamedTimeZoneOffsetNanoseconds(localTimeZone, disambiguatedInstant).
 | ||
|         offset_nanoseconds = get_named_time_zone_offset_nanoseconds(local_time_zone, disambiguated_instant);
 | ||
|     }
 | ||
| 
 | ||
|     // 4. Let offsetMs be truncate(offsetNs / 10^6).
 | ||
|     auto offset_milliseconds = trunc(offset_nanoseconds / 1e6);
 | ||
| 
 | ||
|     // 5. Return t - 𝔽(offsetMs).
 | ||
|     return time - offset_milliseconds;
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.14 MakeTime ( hour, min, sec, ms ), https://tc39.es/ecma262/#sec-maketime
 | ||
| double make_time(double hour, double min, double sec, double ms)
 | ||
| {
 | ||
|     // 1. If hour is not finite or min is not finite or sec is not finite or ms is not finite, return NaN.
 | ||
|     if (!isfinite(hour) || !isfinite(min) || !isfinite(sec) || !isfinite(ms))
 | ||
|         return NAN;
 | ||
| 
 | ||
|     // 2. Let h be 𝔽(! ToIntegerOrInfinity(hour)).
 | ||
|     auto h = to_integer_or_infinity(hour);
 | ||
|     // 3. Let m be 𝔽(! ToIntegerOrInfinity(min)).
 | ||
|     auto m = to_integer_or_infinity(min);
 | ||
|     // 4. Let s be 𝔽(! ToIntegerOrInfinity(sec)).
 | ||
|     auto s = to_integer_or_infinity(sec);
 | ||
|     // 5. Let milli be 𝔽(! ToIntegerOrInfinity(ms)).
 | ||
|     auto milli = to_integer_or_infinity(ms);
 | ||
|     // 6. Let t be ((h * msPerHour + m * msPerMinute) + s * msPerSecond) + milli, performing the arithmetic according to IEEE 754-2019 rules (that is, as if using the ECMAScript operators * and +).
 | ||
|     // NOTE: C++ arithmetic abides by IEEE 754 rules
 | ||
|     auto t = ((h * ms_per_hour + m * ms_per_minute) + s * ms_per_second) + milli;
 | ||
|     // 7. Return t.
 | ||
|     return t;
 | ||
| }
 | ||
| 
 | ||
| // Day(t), https://tc39.es/ecma262/#eqn-Day
 | ||
| double day(double time_value)
 | ||
| {
 | ||
|     return floor(time_value / ms_per_day);
 | ||
| }
 | ||
| 
 | ||
| // TimeWithinDay(t), https://tc39.es/ecma262/#eqn-TimeWithinDay
 | ||
| double time_within_day(double time)
 | ||
| {
 | ||
|     // 𝔽(ℝ(t) modulo ℝ(msPerDay))
 | ||
|     return modulo(time, ms_per_day);
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.15 MakeDay ( year, month, date ), https://tc39.es/ecma262/#sec-makeday
 | ||
| double make_day(double year, double month, double date)
 | ||
| {
 | ||
|     // 1. If year is not finite or month is not finite or date is not finite, return NaN.
 | ||
|     if (!isfinite(year) || !isfinite(month) || !isfinite(date))
 | ||
|         return NAN;
 | ||
| 
 | ||
|     // 2. Let y be 𝔽(! ToIntegerOrInfinity(year)).
 | ||
|     auto y = to_integer_or_infinity(year);
 | ||
|     // 3. Let m be 𝔽(! ToIntegerOrInfinity(month)).
 | ||
|     auto m = to_integer_or_infinity(month);
 | ||
|     // 4. Let dt be 𝔽(! ToIntegerOrInfinity(date)).
 | ||
|     auto dt = to_integer_or_infinity(date);
 | ||
|     // 5. Let ym be y + 𝔽(floor(ℝ(m) / 12)).
 | ||
|     auto ym = y + floor(m / 12);
 | ||
|     // 6. If ym is not finite, return NaN.
 | ||
|     if (!isfinite(ym))
 | ||
|         return NAN;
 | ||
|     // 7. Let mn be 𝔽(ℝ(m) modulo 12).
 | ||
|     auto mn = modulo(m, 12);
 | ||
| 
 | ||
|     // 8. Find a finite time value t such that YearFromTime(t) is ym and MonthFromTime(t) is mn and DateFromTime(t) is 1𝔽; but if this is not possible (because some argument is out of range), return NaN.
 | ||
|     if (!AK::is_within_range<int>(ym) || !AK::is_within_range<int>(mn + 1))
 | ||
|         return NAN;
 | ||
|     auto t = days_since_epoch(static_cast<int>(ym), static_cast<int>(mn) + 1, 1) * ms_per_day;
 | ||
| 
 | ||
|     // 9. Return Day(t) + dt - 1𝔽.
 | ||
|     return day(static_cast<double>(t)) + dt - 1;
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.16 MakeDate ( day, time ), https://tc39.es/ecma262/#sec-makedate
 | ||
| double make_date(double day, double time)
 | ||
| {
 | ||
|     // 1. If day is not finite or time is not finite, return NaN.
 | ||
|     if (!isfinite(day) || !isfinite(time))
 | ||
|         return NAN;
 | ||
| 
 | ||
|     // 2. Let tv be day × msPerDay + time.
 | ||
|     auto tv = day * ms_per_day + time;
 | ||
| 
 | ||
|     // 3. If tv is not finite, return NaN.
 | ||
|     if (!isfinite(tv))
 | ||
|         return NAN;
 | ||
| 
 | ||
|     // 4. Return tv.
 | ||
|     return tv;
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.17 TimeClip ( time ), https://tc39.es/ecma262/#sec-timeclip
 | ||
| double time_clip(double time)
 | ||
| {
 | ||
|     // 1. If time is not finite, return NaN.
 | ||
|     if (!isfinite(time))
 | ||
|         return NAN;
 | ||
| 
 | ||
|     // 2. If abs(ℝ(time)) > 8.64 × 10^15, return NaN.
 | ||
|     if (fabs(time) > 8.64E15)
 | ||
|         return NAN;
 | ||
| 
 | ||
|     // 3. Return 𝔽(! ToIntegerOrInfinity(time)).
 | ||
|     return to_integer_or_infinity(time);
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.19.1 IsTimeZoneOffsetString ( offsetString ), https://tc39.es/ecma262/#sec-istimezoneoffsetstring
 | ||
| bool is_time_zone_offset_string(StringView offset_string)
 | ||
| {
 | ||
|     // 1. Let parseResult be ParseText(StringToCodePoints(offsetString), UTCOffset).
 | ||
|     auto parse_result = Temporal::parse_iso8601(Temporal::Production::TimeZoneNumericUTCOffset, offset_string);
 | ||
| 
 | ||
|     // 2. If parseResult is a List of errors, return false.
 | ||
|     // 3. Return true.
 | ||
|     return parse_result.has_value();
 | ||
| }
 | ||
| 
 | ||
| // 21.4.1.19.2 ParseTimeZoneOffsetString ( offsetString ), https://tc39.es/ecma262/#sec-parsetimezoneoffsetstring
 | ||
| double parse_time_zone_offset_string(StringView offset_string)
 | ||
| {
 | ||
|     // 1. Let parseResult be ParseText(StringToCodePoints(offsetString), UTCOffset).
 | ||
|     auto parse_result = Temporal::parse_iso8601(Temporal::Production::TimeZoneNumericUTCOffset, offset_string);
 | ||
| 
 | ||
|     // 2. Assert: parseResult is not a List of errors.
 | ||
|     VERIFY(parse_result.has_value());
 | ||
| 
 | ||
|     // 3. Assert: parseResult contains a TemporalSign Parse Node.
 | ||
|     VERIFY(parse_result->time_zone_utc_offset_sign.has_value());
 | ||
| 
 | ||
|     // 4. Let parsedSign be the source text matched by the TemporalSign Parse Node contained within parseResult.
 | ||
|     auto parsed_sign = *parse_result->time_zone_utc_offset_sign;
 | ||
|     i8 sign { 0 };
 | ||
| 
 | ||
|     // 5. If parsedSign is the single code point U+002D (HYPHEN-MINUS) or U+2212 (MINUS SIGN), then
 | ||
|     if (parsed_sign.is_one_of("-"sv, "\xE2\x88\x92"sv)) {
 | ||
|         // a. Let sign be -1.
 | ||
|         sign = -1;
 | ||
|     }
 | ||
|     // 6. Else,
 | ||
|     else {
 | ||
|         // a. Let sign be 1.
 | ||
|         sign = 1;
 | ||
|     }
 | ||
| 
 | ||
|     // 7. NOTE: Applications of StringToNumber below do not lose precision, since each of the parsed values is guaranteed to be a sufficiently short string of decimal digits.
 | ||
| 
 | ||
|     // 8. Assert: parseResult contains an Hour Parse Node.
 | ||
|     VERIFY(parse_result->time_zone_utc_offset_hour.has_value());
 | ||
| 
 | ||
|     // 9. Let parsedHours be the source text matched by the Hour Parse Node contained within parseResult.
 | ||
|     auto parsed_hours = *parse_result->time_zone_utc_offset_hour;
 | ||
| 
 | ||
|     // 10. Let hours be ℝ(StringToNumber(CodePointsToString(parsedHours))).
 | ||
|     auto hours = string_to_number(parsed_hours);
 | ||
| 
 | ||
|     double minutes { 0 };
 | ||
|     double seconds { 0 };
 | ||
|     double nanoseconds { 0 };
 | ||
| 
 | ||
|     // 11. If parseResult does not contain a MinuteSecond Parse Node, then
 | ||
|     if (!parse_result->time_zone_utc_offset_minute.has_value()) {
 | ||
|         // a. Let minutes be 0.
 | ||
|         minutes = 0;
 | ||
|     }
 | ||
|     // 12. Else,
 | ||
|     else {
 | ||
|         // a. Let parsedMinutes be the source text matched by the first MinuteSecond Parse Node contained within parseResult.
 | ||
|         auto parsed_minutes = *parse_result->time_zone_utc_offset_minute;
 | ||
| 
 | ||
|         // b. Let minutes be ℝ(StringToNumber(CodePointsToString(parsedMinutes))).
 | ||
|         minutes = string_to_number(parsed_minutes);
 | ||
|     }
 | ||
| 
 | ||
|     // 13. If parseResult does not contain two MinuteSecond Parse Nodes, then
 | ||
|     if (!parse_result->time_zone_utc_offset_second.has_value()) {
 | ||
|         // a. Let seconds be 0.
 | ||
|         seconds = 0;
 | ||
|     }
 | ||
|     // 14. Else,
 | ||
|     else {
 | ||
|         // a. Let parsedSeconds be the source text matched by the second secondSecond Parse Node contained within parseResult.
 | ||
|         auto parsed_seconds = *parse_result->time_zone_utc_offset_second;
 | ||
| 
 | ||
|         // b. Let seconds be ℝ(StringToNumber(CodePointsToString(parsedSeconds))).
 | ||
|         seconds = string_to_number(parsed_seconds);
 | ||
|     }
 | ||
| 
 | ||
|     // 15. If parseResult does not contain a TemporalDecimalFraction Parse Node, then
 | ||
|     if (!parse_result->time_zone_utc_offset_fraction.has_value()) {
 | ||
|         // a. Let nanoseconds be 0.
 | ||
|         nanoseconds = 0;
 | ||
|     }
 | ||
|     // 16. Else,
 | ||
|     else {
 | ||
|         // a. Let parsedFraction be the source text matched by the TemporalDecimalFraction Parse Node contained within parseResult.
 | ||
|         auto parsed_fraction = *parse_result->time_zone_utc_offset_fraction;
 | ||
| 
 | ||
|         // b. Let fraction be the string-concatenation of CodePointsToString(parsedFraction) and "000000000".
 | ||
|         auto fraction = DeprecatedString::formatted("{}000000000", parsed_fraction);
 | ||
| 
 | ||
|         // c. Let nanosecondsString be the substring of fraction from 1 to 10.
 | ||
|         auto nanoseconds_string = fraction.substring_view(1, 9);
 | ||
| 
 | ||
|         // d. Let nanoseconds be ℝ(StringToNumber(nanosecondsString)).
 | ||
|         nanoseconds = string_to_number(nanoseconds_string);
 | ||
|     }
 | ||
| 
 | ||
|     // 17. Return sign × (((hours × 60 + minutes) × 60 + seconds) × 10^9 + nanoseconds).
 | ||
|     // NOTE: Using scientific notation (1e9) ensures the result of this expression is a double,
 | ||
|     //       which is important - otherwise it's all integers and the result overflows!
 | ||
|     return sign * (((hours * 60 + minutes) * 60 + seconds) * 1e9 + nanoseconds);
 | ||
| }
 | ||
| 
 | ||
| }
 |